相敏COSY中伪影的抑制

Christopher J Turner , William C Hutton
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引用次数: 7

摘要

高重复率会在相位敏感的COSY光谱中产生系统误差,因为不完全弛豫会使一个瞬态的磁化延续并干扰下一个瞬态。由此产生的伪影出现在F1维中共振偏移的整数倍处。乘积算子计算用于预测射频相位周期的排列,其中这些伪影被取消。这些排列的成功是经过实验检验的。结果表明,轴峰抑制和假瞬态对抑制重复率伪影至关重要,而正交图像抑制则无关紧要。当循环延迟小于纵向松弛时间的三倍时,相位周期的最佳排列将重复率伪影降低到其母峰的1%左右。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Suppression of artifacts in phase-sensitive COSY

High repetition rates generate systematic errors in phase-sensitive COSY spectra because incomplete relaxation allows magnetization from one transient to carry over and interfere with the next. The resultant artifacts appear at integral multiples of the resonance offset in the F1, dimension. Product-operator calculations are used to predict permutations of the RF phase cycle in which these artifacts are canceled. The success of these permutations is tested experimentally. It is shown that the axial-peak suppression and dummy transients are vital for the suppression of repetition-rate artifacts, but that quadrature-image suppression is irrelevant. The best permutations of the phase cycle reduce repetition-rate artifacts to about 1% of their parent peaks when recycle delays three times less than the longitudinal relaxation time are used.

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